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Spin-orbit coupling within a two-component density functional theory approach: theory, implementation and first applications

机译:两组分密度泛函理论方法内的自旋轨道耦合:理论,实现和首次应用

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摘要

An implementation of spin–orbit coupling within a two-component generalization of the density functional code MAGIC is described. The spin–orbit operator is represented in the effective one-electron mean-field approximation and included into the Fock matrix within an iterative self-consistent scheme. First tests have been carried out for the spin–orbit splitting of several atoms. The spin–orbit effect on the bond distance and harmonic frequency of some diatomics has also been determined. This scheme allows to include spin–orbit in a simple way and can be efficiently used to treat large systems.
机译:描述了密度功能码MAGIC的两分量概括内的自旋-轨道耦合实现。自旋轨道算子以有效的单电子平均场近似表示,并包含在迭代自洽方案中的Fock矩阵中。已经对几个原子的自旋轨道分裂进行了首次测试。还确定了自旋轨道对某些双原子键合距离和谐波频率的影响。该方案允许以简单的方式包括自旋轨道,并且可以有效地用于处理大型系统。

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